Single-valuedness of the AdS Veneziano amplitude
Alday, L
Hansen, T
Journal of High Energy Physics
volume 2024
issue 8
(14 Aug 2024)
ADAMERGING: ADAPTIVE MODEL MERGING FOR MULTI-TASK LEARNING
Yang, E
Wang, Z
Shen, L
Liu, S
Guo, G
Wang, X
Tao, D
12th International Conference on Learning Representations, ICLR 2024
(01 Jan 2024)
SymTFT for (3+1)d Gapless SPTs and Obstructions to Confinement
Antinucci, A
Copetti, C
Schafer-Nameki, S
(10 Aug 2024)
Gapped phases in (2+1)d with non-invertible symmetries: part I
Bhardwaj, L
Pajer, D
Schäfer-Nameki, S
Tiwari, A
Warman, A
Wu, J
(09 Aug 2024)
Strong and Weak Random Walks on Signed Networks
Babul, S
Tian, Y
Lambiotte, R
CoRR
volume abs/2406.08034
(01 Jan 2024)
A note on integers expressible as the sum of three squares of primes
Maynard, J
Acta Arithmetica
volume 214
399-419
(2024)
Filtration is a prevalent industrial process that may prove crucial in addressing some of the most important public health and environmental challenges of our time. In this case study, we discuss the need for more advanced filtration technology, and for academics to create user-friendly tools that meet that industrial need.
Tue, 26 Nov 2024
16:00
16:00
L6
Level repulsion and the Floquet quantum Ising model beyond integrability
Felix von Oppen
(Freie Universität Berlin)
Abstract
Motivated by a recent experiment on a superconducting quantum
information processor, I will discuss the Floquet quantum Ising model in
the presence of integrability- and symmetry-breaking random fields. The
talk will focus on the relation between boundary spin correlations,
spectral pairings, and effects of the random fields. If time permits, I
will also touch upon self-similarity in the dynamic phase diagram of
Fibonacci-driven quantum Ising models.
Tue, 22 Oct 2024
16:00
16:00
L6
Simultaneous extreme values of zeta and L-functions
Winston Heap
(Max Planck Institute Bonn)
Abstract
I will discuss a recent joint work with Junxian Li which examines joint distributional properties of L-functions, in particular, their extreme values. Here, it is not clear if the analogy with random matrix theory persists, although I will discuss some speculations. Using a modification of the resonance method we demonstrate the simultaneous occurrence of extreme values of L-functions on the critical line. The method extends to other families and can be used to show both simultaneous large and small values.